QUESTION: Where and when are SHS in Apra Harbor?

AIMS: Analyse and plot SHS eDNA detections in Blue Hole, Inner Harbor, Middle Shoals, Orote Point and Sasa Bay over the period of Feb 2019 to July 2020.

## LOAD LIBRARIES ----
library(zoo) ## as.yearmon
library(ggmap) ## maps
library(ggsn) ## scale bar
library(viridis) ## colour blind friendly colour scale
library(ggspatial) ## north arrow
library(mgcv) ## GAM
library(gratia) ## as above
library(mgcViz) ## gam diagnostics
library(ggpubr) ## ggarrange
library(tidyverse) ## load last
## IMPORT SHS SURVEY DATA ----

## colour scheme
# scales::show_col(viridis(5))
# scales::show_col(viridis(5, alpha=.8))
# scales::show_col(viridis(4, alpha=.8, option="B"))

## import qPCR results (as confirmed by sanger sequencing)
SHS_data_unmod <- read.csv("docs/00.1_confirmed_detection_data.csv")

## import field sample data (including eDNA concentration)
SHS_field_sample_data_unmod <- read.csv("docs/00.2_field_sample_data.csv")

## CALCULATE PROPORTIONS ----

## calculate the proportion of technical replicates amplified per biological replicate (eDNA sample)
## and the proportion of biological replicates (eDNA samples) amplified per site
SHS_data<-SHS_data_unmod %>%
  ## group by month, site and sample
  group_by(field_collection_month, site, sample) %>% 
  ## add a column containing the tech rep number 
  mutate(tech_rep_no = row_number()) %>%
  ## add an unweighted tally of the number of rows per sample
  ## i.e. the number of tech reps run per sample
  add_tally(name="no_tech_reps_run_per_sample") %>% 
  ## add a weighted tally of the number of rows with a positive result
  ## i.e. the number of tech reps amplified per sample
  add_tally(name="no_tech_reps_ampd_per_sample", wt=positive) %>% 
  ## calculate the  prop of tech reps amplified per sample
  mutate(prop_tech_reps_ampd_per_sample = 
           1/no_tech_reps_run_per_sample*no_tech_reps_ampd_per_sample) %>%
  ## calculate the same information for biological replicates
  left_join(., SHS_data_unmod %>%
              ## select only necessary information
              select(sample, field_collection_month, site, positive) %>%
              ## filter out blanks
              filter(!grepl('E', sample)) %>%
              ## retain only unique rows (removes rows where more than 1 tech rep amp'd)
              unique(.) %>%
              ## group by month and site
              group_by(field_collection_month, site) %>%
              ## add a weighted tally of the number of rows per month/site w positive results
              ## i.e. the number of biological reps amplified per sample
              add_tally(name="no_bio_reps_ampd_per_site", wt=positive) %>%
              ## remove positive column (because it differs between bio reps)
              select(-positive) %>%
              ## retain only unique rows (removes rows where info differs within sample)
              unique(.) %>%
              ## add an unweighted tally of the number of rows per site
              ## i.e. the number of biological reps collected per site
              add_tally(name="no_bio_reps_collected_per_site") %>%
              ## calculate the prop of biological reps amplified per site
              mutate(prop_bio_reps_ampd_per_site =
                       1/no_bio_reps_collected_per_site*no_bio_reps_ampd_per_site),
            ## specify columns to join by
            by = c("sample", "field_collection_month", "site")) 

## MERGE DETECTIONS AND SAMPLE DATA AND ADD TIME OF YEAR INFO ----
SHS_data_full <- left_join(SHS_data, SHS_field_sample_data_unmod, 
                           by = c("sample", "field_collection_month", "site"="site_name")) %>%
  ## rename dat column
  rename(date_collected=date) %>%
  ## ungroup data
  ungroup(.) %>%
  ## format field collection month column
  mutate(field_collection_month = as.yearmon(field_collection_month)) %>%
  ## arrange rows by field collection month column values
  arrange(., field_collection_month) %>%
  ## add and format extra date information columns
  mutate(fc_month_factor = fct_inorder(factor(field_collection_month)),
         fc_month_number = as.numeric(factor(field_collection_month)),
         calendar_month = format(as.yearmon(field_collection_month), "%B"),
         calendar_month_number = as.numeric(format(field_collection_month, "%m")),
         fc_month_number_cyclic = ifelse(calendar_month_number > 2,
                                    calendar_month_number-2,
                                    calendar_month_number+10),
         ## add seasons to data frame (dry = December to May, wet = June to November)
         season = ifelse(grepl("Dec", field_collection_month), "wet", 
                         ## Dec = transitional month
                    ifelse(grepl("Jan", field_collection_month), "dry",
                      ifelse(grepl("Feb", field_collection_month), "dry",
                        ifelse(grepl("Mar", field_collection_month), "dry",
                          ifelse(grepl("Apr", field_collection_month), "dry",
                            ifelse(grepl("May", field_collection_month), "dry",
                              ifelse(grepl("Jun", field_collection_month), "dry", 
                                     ## Jun = transitional month
                                ifelse(grepl("Jul", field_collection_month), "wet",
                                  ifelse(grepl("Aug", field_collection_month), "wet",
                                    ifelse(grepl("Sep", field_collection_month), "wet",
                                      ifelse(grepl("Oct", field_collection_month), "wet",
                                ifelse(grepl("Nov", field_collection_month), "wet",
                                                 "None")))))))))))),
         season_factor = factor(season)) %>%
  ## arrange data by calendar month number
  arrange(., calendar_month_number) %>%
  ## reorder factor levels by first appearance
  mutate(calendar_month_factor = fct_inorder(factor(calendar_month))) %>%
  ## rename "positive" column to indicate tech rep was positive
  rename(positive_tech = positive) %>%
  ## add a positive bio column to indicate bio rep is considered positive
  mutate(positive_bio = ifelse(no_tech_reps_ampd_per_sample > 0, 1, 0)) %>%
  ## start mid year
  mutate(calendar_month_factor_mid = factor(calendar_month_factor, 
                                        levels = c("July", "August", "September",
                                                   "October", "November", "December",
                                                   "January" , "February", "March",
                                                   "April", "May", "June")))

## export it
write.csv(SHS_data_full, "docs/01.0_SHS_data_full.csv", row.names = FALSE)

## extract all points (where recorded) for filter sample each site/month
sampling_points<-SHS_field_sample_data_unmod %>%
  filter(latitude!="NA" | longitude!="NA") %>% 
  filter(latitude<13.48) %>% # blue hole point not at blue hole
  mutate(field_collection_month=as.yearmon(field_collection_month)) %>%
  select(site_name, field_collection_month, sample_no, latitude, longitude)

## extract points for first filter sample each site/month
first_sampling_points <- sampling_points %>%
  filter(., sample_no == "1") # retain only first sample (and GPS point for that sample)

## export them 
write.csv(sampling_points, "docs/01.1_sampling_points.csv", row.names = FALSE)
write.csv(first_sampling_points , "docs/01.2_first_sampling_points.csv", row.names = FALSE)
## IMPORT LIBRARIES AND MAP DATA ----

## provide ggmap with your key
# register_google(key = "[your key here]") 

## create data frame for site locations
SHS_sites <- cbind.data.frame(site=c("Inner Harbor", "Sasa Bay", "Middle Shoals", 
                                     "Orote Point", "Blue Hole"), 
                              m_latitude=c(13.43181, 13.44769, 13.44959, 
                                         13.44947, 13.43627),
                              m_longitude=c(144.67573, 144.67537, 144.65729, 
                                          144.62466, 144.62741))

## FORMAT SHS SURVEY DATA FOR MAP ----

## create data frame with site-level detection data (relevant to map) only
SHS_figure_map_data <- SHS_data_full %>%
  ## add site locations to full data set
  left_join(., SHS_sites, by="site") %>%
  ## retain only information related to biological replicates (samples)
  select(field_collection_month, date_collected,
         site, m_latitude, m_longitude, calendar_month_factor,
         calendar_month_factor_mid, calendar_month_number,
         sample_less, prop_bio_reps_ampd_per_site, 
         no_bio_reps_ampd_per_site, season) %>%
  ## filter out blanks
  filter(!grepl('E', sample_less)) %>%
  ## keep only unique rows (remove tech rep info)
  unique(.) %>%
  ## group by month and site
  group_by(calendar_month_factor, site) %>%
  ## calculate mean proportion of biological replicates amplified 
  ## (because we sampled May and July of 2019 an 2020)
  mutate(mean_prop_bio_amps = mean(prop_bio_reps_ampd_per_site), 
         mean_no_bio_amps = ceiling(mean(no_bio_reps_ampd_per_site)),
         ## specify the shape is an "x" if 0 and a "circle" if else
         shapes = if_else(mean_no_bio_amps == 0, "4", "21"), 
         ## specify label as nothing if 0 and the proportion rounded to 1 digit if else
         labels = if_else(mean_no_bio_amps == 0, " ", 
                          paste(mean_no_bio_amps))) %>%
  ## remove duplicate month, year and sample info
  select(-prop_bio_reps_ampd_per_site, -no_bio_reps_ampd_per_site,
         -field_collection_month, -date_collected, -sample_less) %>%
  unique(.) %>%
  ## for scale_bar
  mutate(long = m_longitude, lat = m_latitude)

## MAKE A MAP ----

# ## Find latitudes and longitudes to be centre of distribution map
# mean(SHS_sites$m_latitude) # 13.44297
# mean(SHS_sites$m_longitude) # 144.6521

## create map style at https://mapstyle.withgoogle.com/
s2<- "style=element:geometry%7Ccolor:0xf5f5f5&style=element:labels%7Cvisibility:off&style=element:labels.icon%7Cvisibility:off&style=element:labels.text.fill%7Ccolor:0x616161&style=element:labels.text.stroke%7Ccolor:0xf5f5f5&style=feature:administrative%7Celement:geometry%7Cvisibility:off&style=feature:administrative.land_parcel%7Cvisibility:off&style=feature:administrative.land_parcel%7Celement:labels.text.fill%7Ccolor:0xbdbdbd&style=feature:administrative.neighborhood%7Cvisibility:off&style=feature:poi%7Cvisibility:off&style=feature:poi%7Celement:geometry%7Ccolor:0xeeeeee&style=feature:poi%7Celement:labels.text.fill%7Ccolor:0x757575&style=feature:poi.park%7Celement:geometry%7Ccolor:0xe5e5e5&style=feature:poi.park%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&style=feature:road%7Cvisibility:off&style=feature:road%7Celement:geometry%7Ccolor:0xffffff&style=feature:road%7Celement:labels.icon%7Cvisibility:off&style=feature:road.arterial%7Celement:labels.text.fill%7Ccolor:0x757575&style=feature:road.highway%7Celement:geometry%7Ccolor:0xdadada&style=feature:road.highway%7Celement:labels.text.fill%7Ccolor:0x616161&style=feature:road.local%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&style=feature:transit%7Cvisibility:off&style=feature:transit.line%7Celement:geometry%7Ccolor:0xe5e5e5&style=feature:transit.station%7Celement:geometry%7Ccolor:0xeeeeee&style=feature:water%7Celement:geometry%7Ccolor:0xc9c9c9&style=feature:water%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&size=480x360"

## get a Google map of Apra Harbor (retrieves raster map from Google Maps)
## Note that in most cases by using this function you are agreeing to the Google Maps API Terms of Service at https://cloud.google.com/maps-platform/terms/ **
ApraHarbor <- get_googlemap(center = c(lon = 144.6521, lat = 13.44297), 
                zoom = 13, 
                maptype = 'terrain',
                color = 'bw',
                style = s2)

## use ggmap to plot the the raster using the ggplot2 framework
ggmap(ApraHarbor)


## add SHS survey information to plot
map1.0 <- ggmap(ApraHarbor, extent = "panel") +
  ## specify the aesthetics of the "bubbles" on the plot
  geom_point(aes(x = m_longitude, y = m_latitude, 
                 fill = site,
                 size = mean_no_bio_amps, shape = shapes), 
             data = SHS_figure_map_data,
             alpha = 0.6, 
             stroke = 0.6) +
  ## customise the size
  scale_size(range = c(2, 12), guide = "none") + 
  ## customise the shape so that 0 values are "x"
  scale_shape_manual(values=c(21, 4), guide = "none") +
  # limit the size of the plot (produces message, ignore it)
  scale_x_continuous(limits = c(144.615, 144.69), expand = c(0, 0)) +
  scale_y_continuous(limits = c(13.415, 13.47), expand = c(0, 0)) +
  xlab("Longitude")+
  ylab("Latitude")+
  ## facet the plot by month (n=2 for May and July)
  facet_wrap(~ calendar_month_factor_mid, ncol = 3) +
  ## move the legend and edit the facet strip panels
  theme(legend.position="bottom", 
        strip.background = element_blank(), 
        panel.border = element_rect(colour = "gray30", fill = NA),
        strip.text.x = element_text(margin = margin(0.1, 0, 0.1, 0, "cm"))) +
  ## make it colour blind friendly
  scale_fill_viridis(discrete=TRUE) +
  ## edit legend appearance
  guides(fill = guide_legend(override.aes = list(shape = 21,
                                                 size = 5), 
                                                 title = "Site")) +
  ## add labels to "bubbles"
  geom_text(aes(x = m_longitude, y = m_latitude, 
                label = labels, 
                size = 0.1),
            data = SHS_figure_map_data)

# map1.0

# plot.new() ## use this if you get an error below

## add a scale bar
map1.2 <- map1.0 + scalebar(data = SHS_figure_map_data,
                            dist=0.5, # distance to represent each segment of the scale bar 
                            dist_unit="km", # unit of measurement for dist
                            transform=TRUE, # TRUE = decimal degrees, FALSE = m
                            model = 'WGS84', # choice of ellipsoide model (where transorm=TRUE)
                            border.size = 0.2,
                            box.color = "grey30",
                            box.fill = c("grey80", "white"),
                            st.size = 2, ## scale bar size 
                            height = 0.09, ## height as proportion of the y-axis (0-1)
                            location = "bottomright", ## scale bars location in the plot
                            anchor = c(x=144.688,y=13.417), ## for corner of location
                            st.dist = 0.1, ## distance bw scale bar and text
                            alpha = 0 ## make the text see-through
                            ) 
# map1.2

## add north arrow
map1.3 <- map1.2 +  
  annotation_north_arrow(height = unit(0.25, "cm"),
                         width = unit(0.25,"cm"),
                         location = "tl", ## top left
                         pad_x = unit(0.25, "cm"),
                         pad_y = unit(0.25, "cm"),
                         style = north_arrow_orienteering(
                           line_width = 1,
                           line_col = "gray50",
                           fill = c("gray80", "white"),
                           text_col = NA, ## removes text?
                           text_family = "",
                           text_face = NULL,
                           text_size = 0,
                           text_angle = 0))
map1.3

## save it
ggsave("docs/figure_detect.tiff", plot=map1.3, device="tiff", width=21/1.2, height=28/1.2, units="cm", dpi=500)
## FORMAT SHS DATA FOR BUBBLE PLOT MODEL ----
## create data frame with site-level detection data (relevant to model) only
SHS_bubble_data <- SHS_data_full %>%
  ## filter out blanks
  filter(!grepl('E', sample_less)) %>%
  ## retain only information at the site-level
  select(field_collection_month, fc_month_factor, fc_month_number,
         fc_month_number_cyclic, calendar_month, calendar_month_factor,
         calendar_month_factor_mid, calendar_month_number, date_collected, 
         site, season, season_factor, prop_bio_reps_ampd_per_site, 
         no_bio_reps_ampd_per_site, no_bio_reps_collected_per_site) %>%
  ## keep only unique rows (remove tech rep info)
  unique(.) %>%
  mutate(site_factor=factor(site)) %>%
  ## create new calendar month number column 
  mutate(calendar_month_number_mid = as.numeric(calendar_month_factor_mid))

## export it
write.csv(SHS_bubble_data, "docs/01.3_SHS_bubble_data.csv", row.names = FALSE)

## MODEL DATA WITH GAM ----
gam_bubble_count<-gam(no_bio_reps_ampd_per_site ~ 
                  site_factor + 
                  s(calendar_month_number_mid, bs="cc"),
                  offset = no_bio_reps_collected_per_site, ## all are n = 10
                  method = "REML",
                  family = poisson(), ## suitable for count data
                  data = SHS_bubble_data)
## check diagnostics
print(check(getViz(gam_bubble_count)))

Method: REML   Optimizer: outer newton
full convergence after 3 iterations.
Gradient range [-1.664265e-06,-1.664265e-06]
(score 68.30349 & scale 1).
Hessian positive definite, eigenvalue range [0.4266786,0.4266786].
Model rank =  13 / 13 

Basis dimension (k) checking results. Low p-value (k-index<1) may
indicate that k is too low, especially if edf is close to k'.

                               k'  edf k-index p-value
s(calendar_month_number_mid) 8.00 4.06    0.94    0.49

summary_gbc<-summary(gam_bubble_count)
summary_gbc

Family: poisson 
Link function: log 

Formula:
no_bio_reps_ampd_per_site ~ site_factor + s(calendar_month_number_mid, 
    bs = "cc")

Parametric coefficients:
                         Estimate Std. Error z value Pr(>|z|)    
(Intercept)              -12.1776     0.7121 -17.100  < 2e-16 ***
site_factorInner Harbor    2.9479     0.7267   4.057 4.98e-05 ***
site_factorMiddle Shoals   0.3746     0.9134   0.410   0.6817    
site_factorOrote Point     0.3452     0.9132   0.378   0.7055    
site_factorSasa Bay        1.7609     0.7643   2.304   0.0212 *  
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

Approximate significance of smooth terms:
                               edf Ref.df Chi.sq p-value    
s(calendar_month_number_mid) 4.065      8   26.4  <2e-16 ***
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

R-sq.(adj) =  0.695   Deviance explained = 60.2%
-REML = 68.303  Scale est. = 1         n = 71
## Parametric coefficients:
knitr::kable(summary_gbc$p.table, digits = 4)
Estimate Std. Error z value Pr(>|z|)
(Intercept) -12.1776 0.7121 -17.1000 0.0000
site_factorInner Harbor 2.9479 0.7267 4.0567 0.0000
site_factorMiddle Shoals 0.3746 0.9134 0.4101 0.6817
site_factorOrote Point 0.3452 0.9132 0.3780 0.7055
site_factorSasa Bay 1.7609 0.7643 2.3038 0.0212

## Approximate significance of smooth terms:
knitr::kable(summary_gbc$s.table, digits = 4)
edf Ref.df Chi.sq p-value
s(calendar_month_number_mid) 4.065 8 26.4022 0
## visualise GAM results
print(draw(gam_bubble_count))

---
title: "SHS survey results"
output:
  html_notebook: default
  pdf_document: default
---

QUESTION: Where and when are SHS in Apra Harbor?

AIMS: Analyse and plot SHS eDNA detections in Blue Hole, Inner Harbor, Middle Shoals, Orote Point and Sasa Bay over the period of Feb 2019 to July 2020. 

```{r setup, include=FALSE}
current_directory <- dirname(rstudioapi::getActiveDocumentContext()$path)
knitr::opts_knit$set(root.dir=normalizePath(paste(current_directory)))
```

```{r load_libraries, warning=FALSE, message=FALSE}
## LOAD LIBRARIES ----
library(zoo) ## as.yearmon
library(ggmap) ## maps
library(ggsn) ## scale bar
library(viridis) ## colour blind friendly colour scale
library(ggspatial) ## north arrow
library(mgcv) ## GAM
library(gratia) ## as above
library(mgcViz) ## gam diagnostics
library(ggpubr) ## ggarrange
library(tidyverse) ## load last
```


```{r SHS_survey_data, warning = FALSE, message = FALSE}
## IMPORT SHS SURVEY DATA ----

## colour scheme
# scales::show_col(viridis(5))
# scales::show_col(viridis(5, alpha=.8))
# scales::show_col(viridis(4, alpha=.8, option="B"))

## import qPCR results (as confirmed by sanger sequencing)
SHS_data_unmod <- read.csv("docs/00.1_confirmed_detection_data.csv")

## import field sample data (including eDNA concentration)
SHS_field_sample_data_unmod <- read.csv("docs/00.2_field_sample_data.csv")

## CALCULATE PROPORTIONS ----

## calculate the proportion of technical replicates amplified per biological replicate (eDNA sample)
## and the proportion of biological replicates (eDNA samples) amplified per site
SHS_data<-SHS_data_unmod %>%
  ## group by month, site and sample
  group_by(field_collection_month, site, sample) %>% 
  ## add a column containing the tech rep number 
  mutate(tech_rep_no = row_number()) %>%
  ## add an unweighted tally of the number of rows per sample
  ## i.e. the number of tech reps run per sample
  add_tally(name="no_tech_reps_run_per_sample") %>% 
  ## add a weighted tally of the number of rows with a positive result
  ## i.e. the number of tech reps amplified per sample
  add_tally(name="no_tech_reps_ampd_per_sample", wt=positive) %>% 
  ## calculate the  prop of tech reps amplified per sample
  mutate(prop_tech_reps_ampd_per_sample = 
           1/no_tech_reps_run_per_sample*no_tech_reps_ampd_per_sample) %>%
  ## calculate the same information for biological replicates
  left_join(., SHS_data_unmod %>%
              ## select only necessary information
              select(sample, field_collection_month, site, positive) %>%
              ## filter out blanks
              filter(!grepl('E', sample)) %>%
              ## retain only unique rows (removes rows where more than 1 tech rep amp'd)
              unique(.) %>%
              ## group by month and site
              group_by(field_collection_month, site) %>%
              ## add a weighted tally of the number of rows per month/site w positive results
              ## i.e. the number of biological reps amplified per sample
              add_tally(name="no_bio_reps_ampd_per_site", wt=positive) %>%
              ## remove positive column (because it differs between bio reps)
              select(-positive) %>%
              ## retain only unique rows (removes rows where info differs within sample)
              unique(.) %>%
              ## add an unweighted tally of the number of rows per site
              ## i.e. the number of biological reps collected per site
              add_tally(name="no_bio_reps_collected_per_site") %>%
              ## calculate the prop of biological reps amplified per site
              mutate(prop_bio_reps_ampd_per_site =
                       1/no_bio_reps_collected_per_site*no_bio_reps_ampd_per_site),
            ## specify columns to join by
            by = c("sample", "field_collection_month", "site")) 

## MERGE DETECTIONS AND SAMPLE DATA AND ADD TIME OF YEAR INFO ----
SHS_data_full <- left_join(SHS_data, SHS_field_sample_data_unmod, 
                           by = c("sample", "field_collection_month", "site"="site_name")) %>%
  ## rename dat column
  rename(date_collected=date) %>%
  ## ungroup data
  ungroup(.) %>%
  ## format field collection month column
  mutate(field_collection_month = as.yearmon(field_collection_month)) %>%
  ## arrange rows by field collection month column values
  arrange(., field_collection_month) %>%
  ## add and format extra date information columns
  mutate(fc_month_factor = fct_inorder(factor(field_collection_month)),
         fc_month_number = as.numeric(factor(field_collection_month)),
         calendar_month = format(as.yearmon(field_collection_month), "%B"),
         calendar_month_number = as.numeric(format(field_collection_month, "%m")),
         fc_month_number_cyclic = ifelse(calendar_month_number > 2,
                                    calendar_month_number-2,
                                    calendar_month_number+10),
         ## add seasons to data frame (dry = December to May, wet = June to November)
         season = ifelse(grepl("Dec", field_collection_month), "wet", 
                         ## Dec = transitional month
                    ifelse(grepl("Jan", field_collection_month), "dry",
                      ifelse(grepl("Feb", field_collection_month), "dry",
                        ifelse(grepl("Mar", field_collection_month), "dry",
                          ifelse(grepl("Apr", field_collection_month), "dry",
                            ifelse(grepl("May", field_collection_month), "dry",
                              ifelse(grepl("Jun", field_collection_month), "dry", 
                                     ## Jun = transitional month
                                ifelse(grepl("Jul", field_collection_month), "wet",
                                  ifelse(grepl("Aug", field_collection_month), "wet",
                                    ifelse(grepl("Sep", field_collection_month), "wet",
                                      ifelse(grepl("Oct", field_collection_month), "wet",
                                ifelse(grepl("Nov", field_collection_month), "wet",
                                                 "None")))))))))))),
         season_factor = factor(season)) %>%
  ## arrange data by calendar month number
  arrange(., calendar_month_number) %>%
  ## reorder factor levels by first appearance
  mutate(calendar_month_factor = fct_inorder(factor(calendar_month))) %>%
  ## rename "positive" column to indicate tech rep was positive
  rename(positive_tech = positive) %>%
  ## add a positive bio column to indicate bio rep is considered positive
  mutate(positive_bio = ifelse(no_tech_reps_ampd_per_sample > 0, 1, 0)) %>%
  ## start mid year
  mutate(calendar_month_factor_mid = factor(calendar_month_factor, 
                                        levels = c("July", "August", "September",
                                                   "October", "November", "December",
                                                   "January" , "February", "March",
                                                   "April", "May", "June")))

## export it
write.csv(SHS_data_full, "docs/01.0_SHS_data_full.csv", row.names = FALSE)

## extract all points (where recorded) for filter sample each site/month
sampling_points<-SHS_field_sample_data_unmod %>%
  filter(latitude!="NA" | longitude!="NA") %>% 
  filter(latitude<13.48) %>% # blue hole point not at blue hole
  mutate(field_collection_month=as.yearmon(field_collection_month)) %>%
  select(site_name, field_collection_month, sample_no, latitude, longitude)

## extract points for first filter sample each site/month
first_sampling_points <- sampling_points %>%
  filter(., sample_no == "1") # retain only first sample (and GPS point for that sample)

## export them 
write.csv(sampling_points, "docs/01.1_sampling_points.csv", row.names = FALSE)
write.csv(first_sampling_points , "docs/01.2_first_sampling_points.csv", row.names = FALSE)
```

```{r SHS_survey_maps, warning = FALSE, message = FALSE, fig.width = 12, figure.height = 20}
## IMPORT LIBRARIES AND MAP DATA ----

## provide ggmap with your key
# register_google(key = "[your key here]") 

## create data frame for site locations
SHS_sites <- cbind.data.frame(site=c("Inner Harbor", "Sasa Bay", "Middle Shoals", 
                                     "Orote Point", "Blue Hole"), 
                              m_latitude=c(13.43181, 13.44769, 13.44959, 
                                         13.44947, 13.43627),
                              m_longitude=c(144.67573, 144.67537, 144.65729, 
                                          144.62466, 144.62741))

## FORMAT SHS SURVEY DATA FOR MAP ----

## create data frame with site-level detection data (relevant to map) only
SHS_figure_map_data <- SHS_data_full %>%
  ## add site locations to full data set
  left_join(., SHS_sites, by="site") %>%
  ## retain only information related to biological replicates (samples)
  select(field_collection_month, date_collected,
         site, m_latitude, m_longitude, calendar_month_factor,
         calendar_month_factor_mid, calendar_month_number,
         sample_less, prop_bio_reps_ampd_per_site, 
         no_bio_reps_ampd_per_site, season) %>%
  ## filter out blanks
  filter(!grepl('E', sample_less)) %>%
  ## keep only unique rows (remove tech rep info)
  unique(.) %>%
  ## group by month and site
  group_by(calendar_month_factor, site) %>%
  ## calculate mean proportion of biological replicates amplified 
  ## (because we sampled May and July of 2019 an 2020)
  mutate(mean_prop_bio_amps = mean(prop_bio_reps_ampd_per_site), 
         mean_no_bio_amps = ceiling(mean(no_bio_reps_ampd_per_site)),
         ## specify the shape is an "x" if 0 and a "circle" if else
         shapes = if_else(mean_no_bio_amps == 0, "4", "21"), 
         ## specify label as nothing if 0 and the proportion rounded to 1 digit if else
         labels = if_else(mean_no_bio_amps == 0, " ", 
                          paste(mean_no_bio_amps))) %>%
  ## remove duplicate month, year and sample info
  select(-prop_bio_reps_ampd_per_site, -no_bio_reps_ampd_per_site,
         -field_collection_month, -date_collected, -sample_less) %>%
  unique(.) %>%
  ## for scale_bar
  mutate(long = m_longitude, lat = m_latitude)

## MAKE A MAP ----

# ## Find latitudes and longitudes to be centre of distribution map
# mean(SHS_sites$m_latitude) # 13.44297
# mean(SHS_sites$m_longitude) # 144.6521

## create map style at https://mapstyle.withgoogle.com/
s2<- "style=element:geometry%7Ccolor:0xf5f5f5&style=element:labels%7Cvisibility:off&style=element:labels.icon%7Cvisibility:off&style=element:labels.text.fill%7Ccolor:0x616161&style=element:labels.text.stroke%7Ccolor:0xf5f5f5&style=feature:administrative%7Celement:geometry%7Cvisibility:off&style=feature:administrative.land_parcel%7Cvisibility:off&style=feature:administrative.land_parcel%7Celement:labels.text.fill%7Ccolor:0xbdbdbd&style=feature:administrative.neighborhood%7Cvisibility:off&style=feature:poi%7Cvisibility:off&style=feature:poi%7Celement:geometry%7Ccolor:0xeeeeee&style=feature:poi%7Celement:labels.text.fill%7Ccolor:0x757575&style=feature:poi.park%7Celement:geometry%7Ccolor:0xe5e5e5&style=feature:poi.park%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&style=feature:road%7Cvisibility:off&style=feature:road%7Celement:geometry%7Ccolor:0xffffff&style=feature:road%7Celement:labels.icon%7Cvisibility:off&style=feature:road.arterial%7Celement:labels.text.fill%7Ccolor:0x757575&style=feature:road.highway%7Celement:geometry%7Ccolor:0xdadada&style=feature:road.highway%7Celement:labels.text.fill%7Ccolor:0x616161&style=feature:road.local%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&style=feature:transit%7Cvisibility:off&style=feature:transit.line%7Celement:geometry%7Ccolor:0xe5e5e5&style=feature:transit.station%7Celement:geometry%7Ccolor:0xeeeeee&style=feature:water%7Celement:geometry%7Ccolor:0xc9c9c9&style=feature:water%7Celement:labels.text.fill%7Ccolor:0x9e9e9e&size=480x360"

## get a Google map of Apra Harbor (retrieves raster map from Google Maps)
## Note that in most cases by using this function you are agreeing to the Google Maps API Terms of Service at https://cloud.google.com/maps-platform/terms/ **
ApraHarbor <- get_googlemap(center = c(lon = 144.6521, lat = 13.44297), 
                zoom = 13, 
                maptype = 'terrain',
                color = 'bw',
                style = s2)

## use ggmap to plot the the raster using the ggplot2 framework
ggmap(ApraHarbor)

## add SHS survey information to plot
map1.0 <- ggmap(ApraHarbor, extent = "panel") +
  ## specify the aesthetics of the "bubbles" on the plot
  geom_point(aes(x = m_longitude, y = m_latitude, 
                 fill = site,
                 size = mean_no_bio_amps, shape = shapes), 
             data = SHS_figure_map_data,
             alpha = 0.6, 
             stroke = 0.6) +
  ## customise the size
  scale_size(range = c(2, 12), guide = "none") + 
  ## customise the shape so that 0 values are "x"
  scale_shape_manual(values=c(21, 4), guide = "none") +
  # limit the size of the plot (produces message, ignore it)
  scale_x_continuous(limits = c(144.615, 144.69), expand = c(0, 0)) +
  scale_y_continuous(limits = c(13.415, 13.47), expand = c(0, 0)) +
  xlab("Longitude")+
  ylab("Latitude")+
  ## facet the plot by month (n=2 for May and July)
  facet_wrap(~ calendar_month_factor_mid, ncol = 3) +
  ## move the legend and edit the facet strip panels
  theme(legend.position="bottom", 
        strip.background = element_blank(), 
        panel.border = element_rect(colour = "gray30", fill = NA),
        strip.text.x = element_text(margin = margin(0.1, 0, 0.1, 0, "cm"))) +
  ## make it colour blind friendly
  scale_fill_viridis(discrete=TRUE) +
  ## edit legend appearance
  guides(fill = guide_legend(override.aes = list(shape = 21,
                                                 size = 5), 
                                                 title = "Site")) +
  ## add labels to "bubbles"
  geom_text(aes(x = m_longitude, y = m_latitude, 
                label = labels, 
                size = 0.1),
            data = SHS_figure_map_data)

# map1.0

# plot.new() ## use this if you get an error below

## add a scale bar
map1.2 <- map1.0 + scalebar(data = SHS_figure_map_data,
                            dist=0.5, # distance to represent each segment of the scale bar 
                            dist_unit="km", # unit of measurement for dist
                            transform=TRUE, # TRUE = decimal degrees, FALSE = m
                            model = 'WGS84', # choice of ellipsoide model (where transorm=TRUE)
                            border.size = 0.2,
                            box.color = "grey30",
                            box.fill = c("grey80", "white"),
                            st.size = 2, ## scale bar size 
                            height = 0.09, ## height as proportion of the y-axis (0-1)
                            location = "bottomright", ## scale bars location in the plot
                            anchor = c(x=144.688,y=13.417), ## for corner of location
                            st.dist = 0.1, ## distance bw scale bar and text
                            alpha = 0 ## make the text see-through
                            ) 
# map1.2

## add north arrow
map1.3 <- map1.2 +  
  annotation_north_arrow(height = unit(0.25, "cm"),
                         width = unit(0.25,"cm"),
                         location = "tl", ## top left
                         pad_x = unit(0.25, "cm"),
                         pad_y = unit(0.25, "cm"),
                         style = north_arrow_orienteering(
                           line_width = 1,
                           line_col = "gray50",
                           fill = c("gray80", "white"),
                           text_col = NA, ## removes text?
                           text_family = "",
                           text_face = NULL,
                           text_size = 0,
                           text_angle = 0))
map1.3
## save it
ggsave("docs/figure_detect.tiff", plot=map1.3, device="tiff", width=21/1.2, height=28/1.2, units="cm", dpi=500)
```

```{r bubble_plot_stats}
## FORMAT SHS DATA FOR BUBBLE PLOT MODEL ----
## create data frame with site-level detection data (relevant to model) only
SHS_bubble_data <- SHS_data_full %>%
  ## filter out blanks
  filter(!grepl('E', sample_less)) %>%
  ## retain only information at the site-level
  select(field_collection_month, fc_month_factor, fc_month_number,
         fc_month_number_cyclic, calendar_month, calendar_month_factor,
         calendar_month_factor_mid, calendar_month_number, date_collected, 
         site, season, season_factor, prop_bio_reps_ampd_per_site, 
         no_bio_reps_ampd_per_site, no_bio_reps_collected_per_site) %>%
  ## keep only unique rows (remove tech rep info)
  unique(.) %>%
  mutate(site_factor=factor(site)) %>%
  ## create new calendar month number column 
  mutate(calendar_month_number_mid = as.numeric(calendar_month_factor_mid))

## export it
write.csv(SHS_bubble_data, "docs/01.3_SHS_bubble_data.csv", row.names = FALSE)

## MODEL DATA WITH GAM ----
gam_bubble_count<-gam(no_bio_reps_ampd_per_site ~ 
                  site_factor + 
                  s(calendar_month_number_mid, bs="cc"),
                  offset = no_bio_reps_collected_per_site, ## all are n = 10
                  method = "REML",
                  family = poisson(), ## suitable for count data
                  data = SHS_bubble_data)
## check diagnostics
print(check(getViz(gam_bubble_count)))
summary_gbc<-summary(gam_bubble_count)
summary_gbc

## Parametric coefficients:
knitr::kable(summary_gbc$p.table, digits = 4)

## Approximate significance of smooth terms:
knitr::kable(summary_gbc$s.table, digits = 4)
```

```{r visualise_GAM, fig.height = 4, fig.width = 9}
## visualise GAM results
print(draw(gam_bubble_count))
```

```{r visualise_GAM_custom, fig.height = 4, fig.width = 9, include=FALSE}
## CUSTOM DRAW GAM FUNCTION ----
## create a modified version of gratia's draw function using code from Marco Sandri
## https://stackoverflow.com/questions/54891823/cannot-update-edit-ggplot2-object-exported-from-a-package-gratia-in-r
# custom_draw <- function (object, 
#                          parametric = TRUE, select = NULL, scales = c("free","fixed"), 
#                          align = "hv", axis = "lrtb", n = 100, unconditional = FALSE, 
#                         overall_uncertainty = TRUE, dist = 0.1, ...) 
# {
#   scales <- match.arg(scales)
#   S <- smooths(object)
#   select <- gratia:::check_user_select_smooths(smooths = S, select = select)
#   d <- gratia:::smooth_dim(object)
#   take <- d <= 2L
#   select <- select[take]
#   S <- S[take]
#   d <- d[take]
#   is_re <- vapply(object[["smooth"]], gratia:::is_re_smooth, logical(1L))
#   is_by <- vapply(object[["smooth"]], gratia:::is_by_smooth, logical(1L))
#   if (any(is_by)) {
#     S <- vapply(strsplit(S, ":"), `[[`, character(1L), 1L)
#   }
#   npara <- 0
#   nsmooth <- length(S)
#   if (isTRUE(parametric)) {
#     terms <- parametric_terms(object)
#     npara <- length(terms)
#     p <- vector("list", length = npara)
#   }
#   g <- l <- vector("list", length = nsmooth)
#   for (i in unique(S)) {
#     eS <- evaluate_smooth(object, smooth = i, n = n, unconditional = unconditional, 
#                           overall_uncertainty = overall_uncertainty, dist = dist)
#     l[S == i] <- split(eS, eS[["smooth"]])
#   }
#   l <- l[select]
#   d <- d[select]
#   g <- g[select]
#   if (length(g) == 0L) {
#     message("Unable to draw any of the model terms.")
#     return(invisible(g))
#   }
#   for (i in seq_along(l)) {
#     g[[i]] <- draw(l[[i]])
#   }
#   if (isTRUE(parametric)) {
#     for (i in seq_along(terms)) {
#       p[[i]] <- evaluate_parametric_term(object, term = terms[i])
#       g[[i + length(g)]] <- draw(p[[i]])
#     }
#   }
#   if (isTRUE(identical(scales, "fixed"))) {
#     wrapper <- function(x) {
#       range(x[["est"]] + (2 * x[["se"]]), x[["est"]] - 
#               (2 * x[["se"]]))
#     }
#     ylims <- range(unlist(lapply(l, wrapper)))
#     if (isTRUE(parametric)) {
#       ylims <- range(ylims, unlist(lapply(p, function(x) range(x[["upper"]], 
#                                                                x[["lower"]]))))
#     }
#     gg <- seq_along(g)[c(d == 1L, rep(TRUE, npara))]
#     for (i in gg) {
#       g[[i]] <- g[[i]] + lims(y = ylims)
#     }
#   }
#   g
# }
# 
# ## CUSTOM PLOT ----
# plot<-custom_draw(gam_bubble_count)
# 
# plot1<-plot[[1]] + 
#   ggtitle(NULL) + 
#   ylab("Effect of month") +
#   xlab("Month") + 
#   theme_bw() + 
#   scale_x_continuous(limits=c(1, 12), 
#                      breaks=seq(1, 12, by=1), 
#                        labels=c("July", "August", "     September", 
#                               "October", "November", "December", 
#                               "January", "February", "March", 
#                               "April", "May", "June")) +
#   theme(axis.text.x = element_text(angle = 45, hjust = 1, vjust= 1), 
#         panel.grid.minor.x=element_blank())
# 
# plot2<-plot[[2]] +
#   xlab("Site") +
#   ylab("Partial effect of site") +
#   ggtitle(NULL)+
#   theme_bw() +
#   scale_x_discrete(labels=c("Blue Hole", "Inner Harbor", "Middle Shoals", "Orote Point", "Sasa Bay"))+
#   theme(axis.text.x = element_text(angle = 45, hjust = 1, vjust= 1))+
#   geom_point(fill=viridis(n=5), size=3, shape=21, stroke=0.6)
# 
# ## plot custom gam plot for pub
# GAM_plot<-ggarrange(plot1, plot2, labels=c("A", "B"))
# GAM_plot
# 
# ## save it
# ggsave("docs/figure_GAM.tiff", plot=GAM_plot, device="tiff", width=210, height=297/3, units="mm", dpi=500)
```



